7. Mixed-Model and Bayesian Analysis of Short-term Selection Experiments
| You are visitor number |
 |
since 17 March 1999 |
Current Contents
7: Mixed-Model and Bayesian Analysis of Short-term Selection Experiments
- Mixed model vs. Least Squares Analysis
- Basics of mixed-model analysis
- REML estimation of unknown variance components
- Animal-model analysis of selection experiments
- The relationship matrix A accounts for drift and
disequilibrium
- Model validation
- Modifications of the Basic Animal Model
- Seperating genetic and environmental trends
- Models with additional random effects
- Treating certain breeding values as fixed effects
- Estimating the additive variance at generation t
- Incorporating nonadditive genetic variances
- Bayesian Analysis of Selection Experiments
- Introduction to Bayesian statistics
- The Gibbs Sampler
- Using the Gibbs Sampler to Approximate Marginal Distributions
- The Method of Sorensen, Wang, Jensen, and Gianola
- Application: Estimating Response in Pig Litter Size Components
PDF versions of a recent draft of this chapter are available. Feel free to use this for personal and/or class use until the book is available. Please note that these are copyrighted and that I would greatly appreciate feedback . Note that while the screen view can look funny in places, the printed output is fine.
WWW pages and Programs
-
Bayesian Inference Using Gibbs Sampling the BUGS program. BUGS is a piece of computer software for the Bayesian analysis of complex statistical models
using Markov chain Monte Carlo (MCMC) methods. It grew from a statistical research project at the MRC Biostatistics Unit, but now is developed jointly with the Imperial College School of
Medicine at St Mary's, London.
-
MCMC Preprint Service. Preprints and MCMC (Markov Chain Monte Carlo) program links.
-
Markov Chain Monte Carlo Diagnostics. Reviews of the current diagnostic methods testing for convergence.
Home Pages:
[ Volume One ] -
[ Volume Two ]
-
[ What's new ] -
[ Book]
Created 17 March 1999, last updated 29 May 1999
Bruce Walsh. jbwalsh@u.arizona.edu .
Comments
welcome.